Question

THE SUM OF THE DIGIT OF A TWO DIGIT NUMBERS IS 12 IF THE NEW NUMBERS FORMED BY RESERVING THE DIGIT IS GREATER THAN THE ORIGINAL NUMBER BY 18 THEN FIND THE NUMBER PLEASE FIND AND TELL FULL ANSWER​

Answer 1

Answer:

let, X is the decimal digit.

10*X+(12-X) is original number.

10*(12-X) +X is reversing number.

so,

{ 10*(12-X) +X} - {10*X+(12-X)} = 18

or, 120 -9X -9X-12 =18

or, 18X= 90

or, X=5

so, the original number is = 10*5 +(12-5)

=57

please give me thanks ☺️

Answer 2

Answer:

57 is the original number

Step-by-step explanation:

(10x+y)-(10y+x)=18

x+y=12

y=12-x

(120x+12-x)-(120-10x+x)=18

110x-108=18

110x=126

x=126/110=63/55